I have addressed your diagram on numerous occasions. The sun will see the observer at its horizon, at 90 degrees, and that is where it will send its light. Its light is not being cast downwards. The target is forwards -- just as during sunset when we see the sun forwards.
No - what I've just quoted above is a nonsense paragraph.
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The sun will see the observer at it's horizon"...if the Earth is flat and the sun is 3000 miles up - it doesn't HAVE a horizon. It's rays could reach every part of the Earth were it not for your "flashlight" effect.
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...and that is where it will send it's light."...the sun isn't a sentient being...how does it know where to "send it's light"?!?
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Its light is not being cast downwards."...of course it does! When it's sunrise for me - it's noon for someone else - and the sun must be shining light downwards.
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The target is forwards -- just as during sunset when we see the sun forwards." - where is "Forwards" for a ball that's 3,000 miles above the surface? Do you mean "horizontally"?
These sentences may mean something to you - but honestly they read like random babble to me.
Let's break down that post you've copied from a previous thread:
The physics in your scene are entirely wrong. You are using a model in which it is impossible for a horizon to exist. It is impossible for railroad tracks to touch a horizon in that model. Railroad tracks touch the horizon at a finite distance away, not an infinite distance away.
We're not talking about infinite distances or railroad tracks...we're asking WHERE DO THE PHOTONS
ACTUALLY TRAVEL TO GET FROM THE SUN TO MY EYE. Where is that photon from one moment to the next? (If we imagine a discrete universe) or What is the path travelled by the photon? (If we imagine a continuous universe).
That is a mind-numbingly simple question...so why won't you answer it?
Just tell us...do they follow the blue line or the pink line or some other line?
The path the photons travel is STRAIGHT.
OK - then it's the blue line - that's a straight line from where the sun is physically located to my eye - we lay out a virtual straight-edged ruler from the sun to my eye and that's where the photons go...that is the blue line - and it obviously completely misses the tree at the horizon. If the tree is 6 miles away - then the light ray crosses it at an altitude of 3 miles and cannot be BLOCKED by the tree. So if everything works the way you claim - then there can be no sunrises or sunsets.
But clearly there ARE sunrises and sunsets - so there must be something wrong with your idea of where the sun physically is and/or your idea of the shape of the Earth. Hence the earth is
not flat. QED.
But then you say:
The observer sees the sun at the horizon and, from the sun's perspective, the sun sees the observer at its horizon. Therefore the photons leave at a 90 degree angle from zenith and arrive at a 90 degree angle from zenith.
So you don't tell me the complete path of the light here - just how it starts out (horizontally) and how it ends up (horizontally) - but you carefully avoid saying where it goes between the start and finish.
If they leave the sun "horizontally" (which I think is what you're saying here) - then the photons will travel along at the same altitude above the earth and never reach the ground. They can't arrive at my eye horizontally or they'd have to travel on curved path or take a 3,000 mile dog-leg someplace.
So then you give us this diagram:
In the top half, we have a man who is clearly about 3,000 miles tall looking at a sun that is burning a damned great hole in the ground about 6,000 miles away.
This is CLEARLY not a diagram about the real path of actual photons in the situation we're describing - it's like a photograph taken of the scene from the point of view of the man - drawn sideways and with a very weird scale...I have no clue what this is telling us.
The bottom half of the diagram - where (for some weird reason) you've tilted the Earth to the right - isn't correct either. In the real world geometry, the sun's rays make a steeper angle to the ground than the rays of light from the top leaves of the tree. So this diagram represents some kind of "wishful thinking" on your part. But also, the sun's rays aren't leaving the sun at 90 degrees to it's zenith (you mean "horizontally" - right?)...clearly the rays are sloping downwards...which contradicts what you just told us in words.
Also, suppose we wait a minute or two until the sun is halfway below the horizon and the rays of light are passing by the base of the tree instead of through the leaves? How does your diagram look then?
At sunset we see the sun at 90 degrees and the sun also sees us at 90 degrees. A laser pointer held by the observer or by the sun would be pointed at 90 degrees to hit the target.
Yes - this is what should happen - and in RET (where the ground curves downwards and the sun is 93 million miles away) - that's exactly what would happen. But with your Flat Earth hypothesis, that can't happen - the sun is still 3,000 miles above the ground and a horizontal ray will just stay at the same height above the ground and passes over my head at an altitude of 3,000 miles...so that doesn't work.
The model you have provided is untested over long distances, makes several assumptions about perspective and infinity which have not been proven, and are contradictory to empirical reality. Your model of an infinite-distant and impossible-to-reach horizon is entirely theoretical and based on an ancient concept of a continuous universe. There is nothing to say that your model would hold up in reality.
Well, light travels in straight lines - over all distances - right? My diagram makes no reference whatever to either perspective of infinities. All of the numbers are nice simple, finite values - and we're not talking about images being formed or anything complicated like that - just about where the photons physically travel to reach my eyeball.
You just told us that they leave the sun travelling horizontally - and arrive at my eyes travelling horizontally - but you fail to explain how the ray descends through 3,000 miles while travelling horizontally and in a straight line.
This is where your ideas fail.
Our experience is that the distance to the horizon is finite, that the perspective lines intersect a finite distance away. Rail road tracks travel a finite distance before meeting the horizon -- not an infinite distance as predicted by your model. Your Flat Earth model must follow reality; not make a series questionable assumptions about the nature of reality and perspective which have never been observed.
We disagree about that - but I'm not talking about pictures of things - so perspective is simply not relevant. I'm just asking how the suns rays can travel in a straight line from 3,000 miles up - past a tree at zero altitude and into my eye at zero altitude without curving or taking a dog-leg.
This is NOT a difficult question - and if you believe in FET - you need to come up with an answer or we've conclusively proven that the flat earth cannot exist.